ICM Satellite Conference            September 1 - 4,  2006

Geometric Analysis and  PDEs

Istituto Piccole Ancelle di Cristo Re, Naples, Italy


Preliminary Program

FRIDAY
SATURDAY
SUNDAY
MONDAY
9.30-10.00 Opening
9.10-9.55
Peral
9.10-9.55
Juutinen
9.10-9.55
Capuzzo Dolcetta
10.00-10.45
Koskela
10.00-10.45
Martin
10.00-10.45
Rossi
10.00-10.45
Franchi
10.50-11.15
BREAK
10.50-11.15
BREAK
10.50-11.15
BREAK
10.50-11.15
BREAK
11.20-12.05
           Fusco
11.20-12.05
Bardi
11.20-12.05
Garofalo
11.20-12.05
Kinnunen
12.10-12.55
Kilpelainen
12.10-12.55
Cheng
12.10-12.55
Pauls
12.10-12.55
Polidoro

LUNCH

LUNCH

LUNCH

LUNCH
14.30-15.15
Holopainen
14.30-15.15
Capogna


14.30-14.55
De Pascale
15.20-16.05
Duzaar
15.20-16.05
Citti

Free
15.00-15.25
Costea
16.10-16.30
BREAK
16.10-16.30
  BREAK


15.30-15.55

16.30-17.15
Mingione
16.30-17.15
Birindelli

Afternoon
BREAK

17.20-18.05
Montanari
17.20-18.05
Tyson


16.30-16.55



18.10-18.40 Monti




Talks

M. Bardi: Comparison principles and Dirichlet problem for fully nonlinear subelliptic equations.
I. Birindelli: One dimensional symmetry in Hyperbolic space.
L. Capogna: A sub-Riemannan generalized mean curvature flow.
I. Capuzzo Dolcetta: Viscosity solutions of second order pde's in general unbounded domains.
Y. Cheng: A quasilinear eigenvalue problem.
G. Citti: Smoothness for graphs evolving by mean curvature in the Heisenberg group.
S. Costea: Strong A-weights and functions in Besov spaces.
L. De Pascale: Asymptotic behavior of non linear eigenvalues problems involving p-Laplacian type operators
.
F. Duzaar: The existence of regular boundary points for non-linear elliptic systems.
B. Franchi: Compensated compactness in the contact complex of Heisenberg groups.
N. Fusco: The sharp quantitative isoperimetric inequality and applications.
N. Garofalo: The second variation of the horizontal perimeter and the stability of minimal surfaces in the Heisenberg group.
I. Holopainen: Asymptotic Dirichlet problem on negatively curved spaces.
P. Juutinen: Quasiminima of the Lipschitz extension problem.
T. Kilpelainen: Growth properties for solutions of p-Laplacian type equations.
J. Kinnunen: Doubling measures, Poincaré inequalities and Harnack type estimates for parabolic equations.
P. Koskela: Regularity of the inverse from the regularity of a homeomorphism.
G. Martin: Nonlinear Beltrami equations and bilipschitz mappings.
G. Mingione: Calderòn-Zygmund Theory for Parabolic Systems.
A. Montanari: Graphs with prescribed Levi curvatures.
R. Monti: Convex isoperimetric sets in the Heisenberg group
.
S. Pauls: Stable minimal surfaces in the Heisenberg group.
I. Peral: Viscous Hamilton-Jacobi equations with a singular potential.
S. Polidoro: An optimal control problem related to the Gaussian bounds for hypoelliptic equations.
J. Rossi: Limits as p→ of solutions to p-Laplacians.
J. Tyson: Horizontal geometry of submanifolds and convexity in Carnot groups.